Semi-analytical solution for a system with clearance nonlinearity and periodic excitation

Harmonic Solution of Higher-Dimensional Second Order Kuramoto Oscillator Network

“…The periodic response of the systems subjected to harmonic forces is obtained by employing HMB method in [24], revealing the dynamic characteristic and vibration transmission behavior of oscillators system. HBM and Galerkin methods are used together to cam-follower system to estimate the steady-state response [25], which can predict the fundamental and sub-harmonic solutions accurately and efficiently. These results show the application potential of HBM in dealing with different nonlinear system, and have been extensively studied in various field.…”

“…indicate specific constant matrixes corresponding to the detail of operator i q in (14). Substituting the harmonic solution ( 15) into (25), one obtains,…”